MATH 630, REAL ANALYSIS I
SPRING, 2004
Instructor:
Konstantina Trivisa:
- Office: 4103 Mathematics Bldg
- Phone: (301) 405-5067
- Office Hours: (Spring 2004)
Tu Th 10:00-11:15am
- Email:
trivisa@math.umd.edu
Course Description:
- Lebesgue measure and the Lebesgue integral on R
- Differentiation of functions of bounded variation
- Absolute continuity and fundamental theorem of calculus
- Lp spaces on R, Riesz-Fischer theorem,
- Bounded linear functionals on Lp
- Measure and outer measure
- Fubini's theorem
Prerequisites:
Math 411 or equivalent.
Main Text:
-
H.D. Royden
Real Analysis (Third Edition)
Class Times: Tuesday and Thursday: 12:30-1:45pm
Location: MTH 0303.
Homework:
There will be assigned approximately eight homeworks during the semester.
Grading (approximate):
- Homework: 30%
- Midterm: 30%
- Final: 40%